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Home » This Never-Ending Pasta Bowl is the Ultimate Foodie Obsession – Don’t Miss It! - AMAZONAWS

This Never-Ending Pasta Bowl is the Ultimate Foodie Obsession – Don’t Miss It! - AMAZONAWS

This Never-Ending Pasta Bowl is the Ultimate Foodie Obsession – Don’t Miss It!

📅 March 11, 2026 👤 scraface
Mar 11, 2026
This Never-Ending Pasta Bowl is the Ultimate Foodie Obsession – Don’t Miss It!

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📌 Solution: First, choose 3 crew roles from 7: $\dbinom{7}{3}$. Then, select 2 biome systems from 5: $\dbinom{5}{2}$. Since each system needs a unique role, multiply by the number of ways to assign roles to biomes: $\dbinom{7}{3} \times \dbinom{5}{2} \times 3! = 35 \times 10 \times 6 = 2100$. However, if roles are independent of biomes, the answer simplifies to $\dbinom{7}{3} \times \dbinom{5}{2} = 35 \times 10 = 350$. Clarifying the problem's constraints, the most logical interpretation is $\boxed{350}$.
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